The Golden Rule As Stemming From Geometry

[John DoeParticipant 743]

iMickey503 wrote:

For at least 20 years, I have looked at the meaning of life. And if the golden rule was true, then why do so many bad people do so well?

The golden rule is about value formation where treating others as they would be like to be treated effectively requires a form of synthesis. Take for example one wants to be treat with respect. They treat others with respect. Some people in turn treats them with respect, and helps maintain that value within the individual.

Other people do not treat that person with respect. The disrespected person in turn has to reflect on not just the meaning of respect in the perceived absence of it but fundamentally has to gain that respect through oneselve. So for example someone tells at another person. The person yelled at would have to determine in light of the circumstance how to respond and that response inevitably determines how the person see not just respect but themselves as well.

If there was a geometric association to your life, then just like Quantum theory the variables and even the very geometry can be changed.

quantum entanglement already observes a linear connection where two perceived particles are inherently connected in such a manner that a linear bond is formed. The geometry can only be changed so much considering all geometric forms acts as linear projections in time, are composed of linear projections in time, and exist through linear projections in time. The same applies for point space and circularity. I will post some threads up about this already.

Now is there a god? Sure their is. He exists when you think about it. The simpleton answer is that once you are there to observe, the particles for some reason behave differently.

all notions of God stem from either the monad, bindhu, sphere worship, etc. I will post a thread about this as well. Considering all being occurs through directed movement any notion of God would have to exist through geometric symbols

Now here is what gets me. People say that god does indeed exist. THen you have to okay with the fact that he does not care about you, and that you are just apart of a larger higher organism that is actually the one that god gives preference to.
I live by the golden rule as well. Just remember, the golden rule has a dark side. Those that grow with rules and then they are broken are never left with any other choice but to destroy since that is the basis of the golden rule. You can not have one without the other.
Hence, why the bible was RE-Written to be all Forgiveness and s~~~ from the old testament to the new one.
And about fear. If you truly believed in god, then why is this not the norm.

most religious people do not believe in anything, it is strictly a show.
<iframe width=”500″ height=”281″ src=”https://www.youtube.com/embed/dMaK6k4oZ20?feature=oembed” frameborder=”0″ allow=”accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture” allowfullscreen=””></iframe>

On iPad, the editing is messed up.

[iMickey503Participant 12465]

No worries. Apple never followed the rules of the universe. Just take a look at Appletalk packets. :-)O

You are all alone. If you have been falsely accused of RAPE, DV, PLEASE let all men know about the people who did this. http://register-her.net/web/guest/home

[John DoeParticipant 743]

iMickey503 wrote:

No worries. Apple never followed the rules of the universe. Just take a look at Appletalk packets. :-)O

I have had more issues with my iPads with typos and weird s~~~…

[SpleeferParticipant 958]

Jesus died so that we may have eternal life. Jesus didn’t die so that we would be connected and die as well. The forest floor is decomposing so that new life begins. Spiritual and natural example of this principle. This is not math or geometry.

Death does not equal death. Death equals life in both cases.

Adam sinned and caused our first death. Jesus died to complete the “geometry “. Or Jesus died so that when we die that completes the string. It’s a stretch but it’s interesting to me. Only thing is how does life get created by death applying string therory or your post?

Galatians 5:1 (KJV) Stand fast therefore in the liberty wherewith Christ hath made us free, and be not entangled again with the yoke of bondage.

[John DoeParticipant 743]

Spleefer wrote:

Jesus died so that we may have eternal life. Jesus didn’t die so that we would be connected and die as well. The forest floor is decomposing so that new life begins. Spiritual and natural example of this principle. This is not math or geometry.
Death does not equal death. Death equals life in both cases.
Adam sinned and caused our first death. Jesus died to complete the “geometry “. Or Jesus died so that when we die that completes the string. It’s a stretch but it’s interesting to me. Only thing is how does life get created by death applying string therory or your post?

1. God mirrors himself through creation by an act of free will.

2. Creation, as mirroring God, manifests free will through God but on it’s own terms as an extension of God.

3. God merges with Creation, effectively merging with himself as a perpetual act of self reflection.

4. A messiah, or Jesus, is logically inevitable as a union of God and man through God and Man.

5. The dying God myth, embodied in Christianity, is God forgetting God as a perpetual act of sacrifice of the self to the self. This act of self sacrifice, or forgetting of the self as a “philosophical death” at the macro level is equalivanelt to becoming “nothing” with “nothing” negating itself into something.

6. This dying god myth, representing the self sacrificial aspect of the psyche, is equivalent to a strict point of inversion where being inverts to further being. This can be observing in a similar manner where a 0d point inverts a line into another line, or one line into many lines.

7. Egyptian or Hermetic philosophy, as well as paganism, it’s own logic necessitates a Christ figure. A strict spatial understand of reality, as space folding through space necessitates space as having a synthetic element, which as a foundation for consciousness, still necessitates a Christ.

While I find most of modern Christianity disgusting and worth eradicating, I also find it difficult to argue against a Christ as being inherent within the logical foundations of the universe. I dont like it, but Jesus most likely existed, exists, will exist. I am not sure I can deny it without deny the basic nature of reason as having s synthetic or “joining” nature.

So Yes, logically Christ most likely exists, but this does not contradict the premise of reality as having a nature of “directed movement” embodied through basic geometry.

[SpleeferParticipant 958]

Not only did Christ die for our sins, He proclaims He is the only way to the Father in heaven.

Many different gods died in many stories, but none for the Eternal Salvation of mankind like Jesus.

I can read stories of gods giving there life to bring healing to a sibling, or a god being punished for helping mankind; crop harvests, water, fire, and many more. I just don’t see the Eternal Salvation. Jesus is an outlier.

If I go to my job and tell the story of Osiris, nobody would care. Osiris didn’t die for mankind’s Eternal Salvation. If I use the same analogy in my presentation, just use Jesus instead. I would be at least written up.

Nobody gives two s~~~s if we worship a rock. Start using the name of Jesus in regular conversation and opposition will come. The name of Jesus will get you killed many places.

Galatians 5:1 (KJV) Stand fast therefore in the liberty wherewith Christ hath made us free, and be not entangled again with the yoke of bondage.

[John DoeParticipant 743]

Spleefer wrote:

Not only did Christ die for our sins, He proclaims He is the only way to the Father in heaven.
Many different gods died in many stories, but none for the Eternal Salvation of mankind like Jesus.
I can read stories of gods giving there life to bring healing to a sibling, or a god being punished for helping mankind; crop harvests, water, fire, and many more. I just don’t see the Eternal Salvation. Jesus is an outlier.
If I go to my job and tell the story of Osiris, nobody would care. Osiris didn’t die for mankind’s Eternal Salvation. If I use the same analogy in my presentation, just use Jesus instead. I would be at least written up.
Nobody gives two s~~~s if we worship a rock. Start using the name of Jesus in regular conversation and opposition will come. The name of Jesus will get you killed many places.

The death of God fused man with God through mortality, this synthesis climates sin as sin is separation. Nothing I argue contradicts Christian teaching, but in many respects observes it as inherent within the fabric of creation.

[Gravel PitParticipant]

data:image/jpeg;base64,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~~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

[Gravel PitParticipant]

[Gravel PitParticipant]

Gargamel's Sport of Killing Men: Tower loves him for it

[Gravel PitParticipant]

BPS���8BIM8BIM%��\�/���{g��dպ8BIM$H� Adobe Photoshop CS4 Macintosh 2009-11-08T10:14:42-06:00 2009-11-09T15:52:17-06:00 2009-11-09T15:52:17-06:00 application/vnd.adobe.photoshop 3 LED Cinema Display Calibrated xmp.iid:5962CD8B93266811AAE898CB29985A24 xmp.did:2658BE8637256811AAE898CB29985A24 xmp.did:2658BE8637256811AAE898CB29985A24 created xmp.iid:2658BE8637256811AAE898CB29985A24 2009-11-08T10:40:27-06:00 Adobe Photoshop CS4 Macintosh converted from image/png to application/vnd.adobe.photoshop saved xmp.iid:2758BE8637256811AAE898CB29985A24 2009-11-08T10:40:27-06:00 Adobe Photoshop CS4 Macintosh / saved xmp.iid:2858BE8637256811AAE898CB29985A24 2009-11-08T10:46:52-06:00 Adobe Photoshop CS4 Macintosh / saved xmp.iid:2958BE8637256811AAE898CB29985A24 2009-11-08T11:11:30-06:00 Adobe Photoshop CS4 Macintosh / saved xmp.iid:2A58BE8637256811AAE898CB29985A24 2009-11-08T14:54:30-06:00 Adobe Photoshop CS4 Macintosh / saved xmp.iid:31A24A7CC3256811AAE898CB29985A24 2009-11-08T15:01:49-06:00 Adobe Photoshop CS4 Macintosh / saved xmp.iid:35A24A7CC3256811AAE898CB29985A24 2009-11-09T10:57:14-06:00 Adobe Photoshop CS4 Macintosh / saved xmp.iid:5962CD8B93266811AAE898CB29985A24 2009-11-09T15:52:17-06:00 Adobe Photoshop CS4 Macintosh / 1 720090/10000 720090/10000 2 256,257,258,259,262,274,277,284,530,531,282,283,296,301,318,319,529,532,306,270,271,272,305,315,33432;02023057F2E495D03C9108F1E6C0A47D 2000 2000 65535 36864,40960,40961,37121,37122,40962,40963,37510,40964,36867,36868,33434,33437,34850,34852,34855,34856,37377,37378,37379,37380,37381,37382,37383,37384,37385,37386,37396,41483,41484,41486,41487,41488,41492,41493,41495,41728,41729,41730,41985,41986,41987,41988,41989,41990,41991,41992,41993,41994,41995,41996,42016,0,2,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,20,22,23,24,25,26,27,28,30;049CFC3F1683863276D1E860CE76BF8E 8BIM�HNHN8BIM&?�8BIM -8BIM8BIM�8BIM’ 8BIM�H/fflff/ff���2Z5-8BIM�p��������������������������������������������������������������������������������������������8BIM8BIM 8BIM0�8BIM-�8BIM@@\8BIM6�nullVrsnlongenabboolnumBeforelongnumAfterlongSpcnlong minOpacitylong maxOpacitylong2BlnMlong8BIM3null VrsnlongframeStepObjcnullnumeratorlongdenominatorlongXframeRatedoub@>timeObjcnull numeratorlongdenominatorlongXdurationObjcnullnumeratorlongpdenominatorlongX workInTimeObjcnull numeratorlongdenominatorlongXworkOutTimeObjcnullnumeratorlongpdenominatorlongXLCntlongglobalTrackListVlLs hasMotionbool8BIM4FnullVrsnlongsheetTimelineOptionsVlLs8BIM8BIMQ��Beautiful-HTML��nullboundsObjcRct1Top longLeftlongBtomlong�Rghtlong�slicesVlLsObjcslicesliceIDlonggroupIDlongoriginenumESliceOrigin autoGeneratedTypeenum ESliceTypeImg boundsObjcRct1Top longLeftlongBtomlong�Rghtlong�urlTEXTnullTEXTMsgeTEXTaltTagTEXTcellTextIsHTMLboolcellTextTEXT horzAlignenumESliceHorzAligndefaultvertAlignenumESliceVertAligndefaultbgColorTypeenumESliceBGColorTypeNonetopOutsetlong leftOutsetlongbottomOutsetlongrightOutsetlong8BIM(?�8BIM**applmntrRGB XYZ � acspAPPL���-applgXYZPchadd,aarg� ndin�>wtpt�vcgtdscm VrTRC prXYZ(|desc(�xbXYZ)mmod)(cprt)D�gTRC pbTRC paagg� aabg� XYZ ^����sf32B����&�������������lpara���h[Gndin6�U�K���%� !P T9���J “%’*,/247:=@DGJNQUY]adimquz~����������������������� “)18@GOW_gow�������������� +5@KValx����������� $1?LZhv��������� )9IYiz�������&8J]o������� 2FZo������0F]s������.F^v�����&@Zt����� / J f � � � � �+He�����5Sq���� + K j � � � �+Lm����5Wy���$Gk����”Hn��� 2Z����)T~��-Y���<j���&U���Hy��@s��>r�� Au��G|��Q���&\���2g��=s�� G } � �!!U!�!�!�”1″h”�”�##H#�#�#�$+$d$�$�%%K%�%�%�&5&p&�&�'”‘^’�’�((N(�(�))B))�)�*7*u*�*�+0+n+�+�,*,i,�,�-‘-g-�-�.&.f.�.�/’/g/�/�0)0j0�0�1-1n1�1�222t2�2�393z3�3�4@4�4�55H5�5�66P6�6�77X7�7�88a8�8�9’9i9�9�:/:q:�:�;6;w;�;�<;<}<�<�=@=�=�>>B>�>�??C?�?�@@A@�@�AA@A�A�A�B?BB�CC@C�C�DDBD�D�EEEE�E�FFIF�F�GGNG�G�HHTH�H�II[I�I�J”JdJ�J�K+KnK�K�L6LyL�L�MBM�M�NNON�N�OO]O�O�P(PlP�P�Q9Q}Q�RRJR�R�SS]S�S�T,TqT�T�UBU�U�VVXV�V�W*WpW�W�XCX�X�YY]Y�Y�Z2ZyZ�[[O[�[�\&\n\�\�]F]�]�^^g^�^�_A_�_�e��aAa�a�bbhb�b�cGc�c�d&dqd�eeQe�e�f3ff�ggbg�g�hGh�h�i,iyi�jjj�j�kHk�k�l2l�l�mmkm�nnWn�n�oEo�o�p4p�p�q$qtq�rrfr�s sZs�s�tOt�t�uEu�u�v=v�v�w7w�w�x2x�x�y/y�y�z-z�z�{-{�{�|/|�|�}2}�}�~7~�~�>��G�����R����^����l�Ƅ!�{�օ1����C�����W����l�ɉ&�����>�����W����r�Ѝ/����M����k�ː+����L����o�Г1�����V����|�ޖA����i�̘/�����Z���!����N����{���E����t�ڟ?����q�ס=��� �p�ף>����s�ڥA����x�ߧG������P���!����[�Ĭ-�����h�Ү;����x��K�������]�ȳ2����q�ܵF�������\�Ǹ2����s�޺J��� �����b�ν9����|��S���*����m���F²�Ë���e���>Ŭ�Ɔ���a���=ȫ�ɇ���c���@˯�̍���k���Iθ�(ϗ��w���W���7ҧ�Ӈ���h���Jջ�+֜� �~���a���Dٵ�'ژ� �|������Dݶ�(ޚ�����d���I��.������m���S���9�����y������G��.������p���X���@��'������k���R���:���"��� �~���f���N���6�������y���a���I���0������� !#%(+-0369<�?CFJMQUX\eimqvz���������������������� ‘.5=ELT\dmu}��������������&0;EP[fq|�����������%2?LYft��������� />M]m|��������!2DUgx�������1DWk������ 5J_u������$;Qh�����$<Tl����� 5 N h � � � � � ;Vr�����4Pl����� 7 T r � � � �&Ed�����>]}����>_����*Lo����!Fj����%Kq���4[����$Mv���Gq���Hs���#O|��/]���Ao���)X���Cr��0���O��?o��� / _ � � �!!!Q!�!�!�""G"x"�"�# #>#p#�#�$$9$k$�$�%%6%i%�%�&&6&j&�&�''9'm'�'�( (?(t(�(�))H)})�)�**S*�*�*�+,+b+�+�,,=,t,�,�--Q-�-�-�.0.i.�.�//K/�/�/�0/0h0�0�11O1�1�1�282s2�2�3$3_3�3�44M4�4�55>5{5�5�616n6�6�7'7e7�7�88^8�8�99Z9�9�::X:�:�;;Y;�;�<<]<�<�="=d=�=�>+>n>�>�?8?{?�@@G@�@�AAZA�A�B)BnB�B�C@C�C�DDYD�D�E.EvE�FFLF�F�G%GmG�G�HGH�H�I#ImI�JJJJ�J�K)KtK�L LUL�L�M7M�M�NNgN�OOMO�O�P4P�P�QQjQ�RRTR�R�S@S�S�T,T|T�UUjU�V VZV�V�WKW�W�X>X�X�Y2Y�Y�Z'ZyZ�[[o[�\\g\�] ]]�^^[^�__V_�_�S��aQa�a�bPb�b�cPc�c�dQd�d�eSe�ffVf�gg[g�h hh�iifi�jjnj�kkvk�l’ll�m0m�m�n;n�n�oFo�o�pSp�qqq�rrnr�s"s}s�t2t�t�uBu�u�vRv�wwdw�xxvx�y-y�y�z@z�z�{S{�||g|�}}|}�~4~�~�J���_����v�ӂ0����G����_����x�ֆ4�����N��� �h�lj%����A�����^����{�ڍ:�����X����w�א7�����X����y�ړ:�����]�������C����h�ʘ,����R����y�ۛ>����f�ɝ,����V�������I����u�٢>����k�Ф5�����e�ʦ/������ƨ,�����_�ƪ,�����a�Ȭ/�����e�ͮ4����l�հ=����w��I�������X�µ+����j�Է?�������V���-����q�ݼI���”�����h�ֿC��������h���D²�!Ï���m���Kź�*ƙ� �x���X���9ɩ�ʊ���k���M̾�0͡�΄���h���Lо�0ѣ�҈���n���T���;ծ�”֕��}���e���N���7ڬ�!ۖ�܀���k���V���A߷�-�����}���k���Y���G��6��%�����}���n���_���Q���C���5��(�������}���q���f���[���Q���G���>���5���,���#���������������� !#&),/258<�?CFJNRVZ^cglpuz���������������������#*2:BJR[clt}�������������!,6ALWbny����������� $1>KXfs���������.=M\k{��������

[John DoeParticipant 743]

Lol, gravel pit, copying and pasting random stuff without even providing an argument on how it applies to the argument is just a joke.

Is that the best you have…I mean seriously, I dont even have to read it but you spent all that time…tsk, tsk, tsk…how sad.

Please dont tell me you are crying right now.

Please continue, I understand how important this is for you. +1 for giving it your best.

[Gravel PitParticipant]

Gargamel: The Slayer of Men: aka Cat Eater Meow Mix

Gargamel Tured on his own, worse than a feminist

[Gravel PitParticipant]

element.style {
}
<style>…</style>
.container__YPDh .CodeMirror-lines {
padding: 10px 0;
}

<style>…</style>
.CodeMirror-lines {
cursor: text;
min-height: 1px;
}
<style>…</style>
.CodeMirror-lines {
padding: 4px 0;
}
<style>…</style>
*, *::before, *::after {
-webkit-box-sizing: border-box;
box-sizing: border-box;
}
<style>…</style>
*, *::before, *::after {
-webkit-box-sizing: inherit;
box-sizing: inherit;
}
user agent stylesheet
div {
display: block;
}
<style>…</style>
.container__YPDh .CodeMirror {
position: absolute;
height: 100%;
width: 100%;
line-height: normal;
font-family: ‘Monaco’,’Menlo’,’Ubuntu Mono’,’Consolas’,’source-code-pro’,monospace;
padding: 0;
border-radius: 0;
border: 0;
}
<style>…</style>
.cm-s-textmate.CodeMirror {
color: #000000;
background: #FFFFFF;
}
<style>…</style>
.CodeMirror {
font-family: monospace;
height: 300px;
color: black;
direction: ltr;
}
Style Attribute {
font-size: 13px;
}
<style>…</style>
.code-area__-pmi, .content__1YQ2, .editor__2V9B {
display: -webkit-box;
display: -ms-flexbox;
display: flex;
-webkit-box-orient: vertical;
-webkit-box-direction: normal;
-ms-flex-direction: column;
flex-direction: column;
}
<style>…</style>
.wrapper__1Diw {
display: -webkit-box;
display: -ms-flexbox;
display: flex;
-webkit-box-orient: vertical;
-webkit-box-direction: normal;
-ms-flex-direction: column;
flex-direction: column;
}
<style>…</style>
.code-area__-pmi, .content__1YQ2, .editor__2V9B {
display: -webkit-box;
display: -ms-flexbox;
display: flex;
-webkit-box-orient: vertical;
-webkit-box-direction: normal;
-ms-flex-direction: column;
flex-direction: column;
}
<style>…</style>
.code-area__-pmi, .content__1YQ2, .editor__2V9B {
display: -webkit-box;
display: -ms-flexbox;
display: flex;
-webkit-box-orient: vertical;
-webkit-box-direction: normal;
-ms-flex-direction: column;
flex-direction: column;
}
<style>…</style>
.side-tools-wrapper__2Fg5, .editor-wrapper__1v3H {
display: -webkit-box;
display: -ms-flexbox;
display: flex;
-webkit-box-orient: vertical;
-webkit-box-direction: normal;
-ms-flex-direction: column;
flex-direction: column;
}
<style>…</style>
.content__2aZ1 {
display: -webkit-box;
display: -ms-flexbox;
display: flex;
-webkit-box-orient: vertical;
-webkit-box-direction: normal;
-ms-flex-direction: column;
flex-direction: column;
-webkit-box-flex: 1;
-ms-flex: 1 1 auto;
flex: 1 1 auto;
min-height: 0;
z-index: 0;
}
<style>…</style>
.main__2_tD {
position: relative;
display: -webkit-box;
display: -ms-flexbox;
display: flex;
-webkit-box-orient: vertical;
-webkit-box-direction: normal;
-ms-flex-direction: column;
flex-direction: column;
-webkit-box-flex: 1;
-ms-flex: 1 1 0px;
flex: 1 1 0;
z-index: 0;
min-height: 0;
}
<style>…</style>
.layout__3fIJ {
position: relative;
z-index: 0;
display: -webkit-box;
display: -ms-flexbox;
display: flex;
height: 100%;
width: 100%;
min-width: 896px;
-webkit-box-orient: vertical;
-webkit-box-direction: normal;
-ms-flex-direction: column;
flex-direction: column;
overflow: hidden;
-webkit-font-smoothing: antialiased;
}
<style>…</style>
body {
margin: 0;
font-family: “Chinese Quote”,-apple-system,BlinkMacSystemFont,”Segoe UI”,”PingFang SC”,”Hiragino Sans GB”,”Microsoft YaHei”,”Helvetica Neue”,Helvetica,Arial,sans-serif,”Apple Color Emoji”,”Segoe UI Emoji”,”Segoe UI Symbol”;
font-size: 14px;
font-variant: tabular-nums;
line-height: 1.5;
color: rgba(0,0,0,0.65);
background-color: #fff;
}
<style>…</style>
body {
margin: 0;
padding: 0;
color: #212121;
font-family: -apple-system,BlinkMacSystemFont,’SF Pro SC’,’SF Pro Text’,’PingFang SC’,’Arial’,’Hiragino Sans GB’,’Heiti SC’,’Microsoft Yahei’,sans-serif;
font-size: 14px;
font-weight: 400;
}
<style>…</style>
html {
font-family: sans-serif;
line-height: 1.15;
-webkit-text-size-adjust: 100%;
-ms-text-size-adjust: 100%;
-ms-overflow-style: scrollbar;
-webkit-tap-highlight-color: rgba(0,0,0,0);
}
<style>…</style>
html {
line-height: 1.15;
-webkit-text-size-adjust: 100%;
}
<style>…</style>
*, *::before, *::after {
-webkit-box-sizing: border-box;
box-sizing: border-box;
}
<style>…</style>
*, *::before, *::after {
-webkit-box-sizing: inherit;
box-sizing: inherit;
}
<style>…</style>
*, *::before, *::after {
-webkit-box-sizing: border-box;
box-sizing: border-box;
}
<style>…</style>
*, *::before, *::after {
-webkit-box-sizing: inherit;
box-sizing: inherit;
}
<style>…</style>
::-webkit-scrollbar {
width: 10px;
height: 10px;
}
<style>…</style>
::-webkit-scrollbar-thumb {
background: rgba(158,158,158,0.3);
border-radius: 0;
outline: none;
border: 2px solid transparent;
background-clip: padding-box;
}
<style>…</style>
::-webkit-scrollbar-track {
background: transparent;
}
<style>…</style>
::selection {
background: #1890ff;
color: #fff

[Author]

Posts